Respuesta :
Θ = π
cosΘ = -4/4 = -1
sinΘ = 0/4 = 0
secΘ = 1/cosΘ = -1
cscΘ = 1/sinΘ = 1/0 = undefined
The angle is pie , the secant is -1 and also the cosine is -1..
The consecant it's undefined .
cosΘ = -4/4 = -1
sinΘ = 0/4 = 0
secΘ = 1/cosΘ = -1
cscΘ = 1/sinΘ = 1/0 = undefined
The angle is pie , the secant is -1 and also the cosine is -1..
The consecant it's undefined .
Answer with explanation:
Let, A=Theta
Terminal point of line segment (A)= (-4,0), which lies on Negative side of X axis.
Initial point of line Segment (B)= (0,0)
[tex]AB=\sqrt{(0+4)^2+(0-0)^2}\\\\AB=\sqrt{4^2}\\\\AB=4[/tex]
Sec A, is negative in second Quadrant.
Point is lying on X axis.
[tex]\sec A=\sec 180^{\circ}=\sec (180-0^{\circ})=-\sec 0^{\circ}=-1[/tex]
So, Sec(Theta)= -1
